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Answer the questions on the basis of the information given below:
A, B, C. D and E are five brothers. They have assets in the form of flats and cash only. Together they have 9 flats and each brother has at least 1 flat. Value (in terms of rupees) of all flats is equal and constant. Cash with each brother is an integral multiple of Rs. 10 lakhs. The amount of cash with B is just enough to buy one more flat, all the other brothers have cashless than that of B. E has got the maximum number of flats. A number of flats with A is equal to the sum of the number of flats with B and C. Amount of cash with B is double of that with D, but D has got assets worth Rs. 20 lakhs more than that of B.
What is the ratio of the maximum possible value of assets of E to the minimum possible value of assets of C?
  • a)
    5 : 2
  • b)
    4 : 1
  • c)
    2 : 1
  • d)
    3 : 1
Correct answer is option 'D'. Can you explain this answer?

Answers

E has got the maximum number of flats and number of flats with A is equal to the sum of a number of flats with B and C. As there are 9 flats, so possible solutions are when E, A, B, C and D have 3, 2, 1, 1 and 2 or 4, 2, 1. 1 and 1 flats respectively.
Case I:B and D have one flat and two flats respectively.
Let the value of a flat be Rs. x. So, the amount of cash with B = x.
So total assets of B = 2x
Total assets of As D has got assets worth 20 lakhs more than that of B
Case II:
B and D have one flat each.
Let value of a flat be Rs. x. So, amount of cash with B = x
⇒ Total assets of B = 2x
Total assets of
As D has got assets worth 20 lakhs more than B
Here the value of x is coming as negative. So this case is not possible.
We can collate the final distribution of assets in the following table:
Maximum possible assets of E = 150 lakhs and minimum possible assets of C = 50 lakhs. so, Ratio is = 3 : 1​.

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Answer the questions on the basis of the information given below:A, B, C. D and E are five brothers. They have assets in the form of flats and cash only. Together they have 9 flats and each brother has at least 1 flat. Value (in terms of rupees) of all flats is equal and constant. Cash with each brother is an integral multiple of Rs. 10 lakhs. The amount of cash with B is just enough to buy one more flat, all the other brothers have cashless than that of B. E has got the maximum number of flats. A number of flats with A is equal to the sum of the number of flats with B and C. Amount of cash with B is double of that with D, but D has got assets worth Rs. 20 lakhs more than that of B.What is the ratio of the maximum possible value of assets of E to the minimum possible value of assets of C?a)5 : 2b)4 : 1c)2 : 1d)3 : 1Correct answer is option 'D'. Can you explain this answer? for CAT 2023 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Answer the questions on the basis of the information given below:A, B, C. D and E are five brothers. They have assets in the form of flats and cash only. Together they have 9 flats and each brother has at least 1 flat. Value (in terms of rupees) of all flats is equal and constant. Cash with each brother is an integral multiple of Rs. 10 lakhs. The amount of cash with B is just enough to buy one more flat, all the other brothers have cashless than that of B. E has got the maximum number of flats. A number of flats with A is equal to the sum of the number of flats with B and C. Amount of cash with B is double of that with D, but D has got assets worth Rs. 20 lakhs more than that of B.What is the ratio of the maximum possible value of assets of E to the minimum possible value of assets of C?a)5 : 2b)4 : 1c)2 : 1d)3 : 1Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for CAT 2023 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Answer the questions on the basis of the information given below:A, B, C. D and E are five brothers. They have assets in the form of flats and cash only. Together they have 9 flats and each brother has at least 1 flat. Value (in terms of rupees) of all flats is equal and constant. Cash with each brother is an integral multiple of Rs. 10 lakhs. The amount of cash with B is just enough to buy one more flat, all the other brothers have cashless than that of B. E has got the maximum number of flats. A number of flats with A is equal to the sum of the number of flats with B and C. Amount of cash with B is double of that with D, but D has got assets worth Rs. 20 lakhs more than that of B.What is the ratio of the maximum possible value of assets of E to the minimum possible value of assets of C?a)5 : 2b)4 : 1c)2 : 1d)3 : 1Correct answer is option 'D'. Can you explain this answer?.
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E has got the maximum number of flats and number of flats with A is equal to the sum of a number of flats with B and C. As there are 9 flats, so possible solutions are when E, A, B, C and D have 3, 2, 1, 1 and 2 or 4, 2, 1. 1 and 1 flats respectively.Case I:B and D have one flat and two flats respectively.Let the value of a flat be Rs. x. So, the amount of cash with B = x.So total assets of B = 2xTotal assets of As D has got assets worth 20 lakhs more than that of BCase II: B and D have one flat each.Let value of a flat be Rs. x. So, amount of cash with B = x⇒ Total assets of B = 2xTotal assets of As D has got assets worth 20 lakhs more than BHere the value of x is coming as negative. So this case is not possible.We can collate the final distribution of assets in the following table:Maximum possible assets of E = 150 lakhs and minimum possible assets of C = 50 lakhs. so, Ratio is = 3 : 1​.